1) Determine the patterns for the following: -10, -4, 2, 8 a) Subtract 6 from the previous number b) Add 6 to the previous number c) Add -6 to the previous number d) Subtract -6 from the previous number 2) Determine the patterns for the following: -2.3, -2.6, -2.9 -3.2, ... a) Add 0.3 to the previous number b) Subtract -0.3 from the previous number c) Subtract 0.3 from the previous number d) Add -0.3 to the previous number 3) Given a series of numbers 7, 12, 17, 22, 27, ..., 67. State the pattern for the sequence of odd numbers a) Add 10 to the previous number b) Add -10 to the previous number c) Add 5 to the previous number 4) By using numbers, describe the pattern for the number sequence 1, 9, 17, 25, 33, ... a) +8 b) -8 c) Add 8 to the previous number d) Subtract 8 from the previous number 5) State the 5th term for the following number sequence: 2,10,18,... a) 36 b) 35 c) 34 6) Geometrical arrangements on the binomial coefficient of a triangle a) Pascal's Triangle b) Fibonacci Numbers c) Odd numbers d) Even numbers 7) This sequence starts with 0,1,1 and the following terms can be determined by adding the previous two terms a) Even numbers b) Odd numbers c) Fibonacci Numbers d) Pascal's Triangle 8) Numbers that cannot be divided by 2 exactly a) Even numbers b) Fibonacci Numbers c) Pascal's Triangle d) Odd numbers 9) Numbers that can be divided by 2 exactly a) Even numbers b) Odd numbers c) Pascal's Triangle d) Fibonacci Numbers

FORM 2 MATHEMATICS CHAPTER 1 PATTERNS AND SEQUENCES

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